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  • Hey Guys! Kenneth Here!

  • Today I'm going to show you how to solve the Gear Cube.

  • Okay so today we're going to learn how to solve the Gear Cube. This was invented by

  • Oskar van Deventer. It's a great cube!

  • Remember when he first invented it he called it the Caution Cube. That was because when

  • he was turning it he got his finger stuck in one of these gears as it came across and

  • it pinched him.

  • Let me tell you I've done that too and it hurts! So be careful. It's the Caution Cube

  • and it's also the Gear Cube.

  • So let me first tell you how we are going to solve this Gear Cube.

  • It's three easy steps. It's an easy puzzle to solve.

  • Step 1. We are going to solve the corners.

  • Step 2. We are going to position the edges to be in the right spot.

  • Step 3. We are going to orient the edges, twist them, so that it will be in the shape

  • of a cube again.

  • So what was that? Step 1, Corners. Step 2, Position Edges. Step 3, Orient Edges.

  • So lets get started on step 1, Solving the Corners. Let's scramble this sucker up and

  • we'll get going.

  • Okay that looks pretty good.

  • So step 1. We are going to solve the corners.

  • First thing we have to do is we have to get two corners next to each other that belong

  • next to each other. I like to start with the color red. So lets find some red corners.

  • Here's two of them. Lets start with this red, yellow, and blue corner.

  • We either need to find red and yellow and put that here, or red and blue and put that

  • there.

  • And we can see the other two corners here.

  • And what I'm going to do is lets start with the Red Blue so we should get them across

  • from each other.

  • First we will spin the bottom. So this red blue is here.

  • And then the other one is here.

  • And it needs to be here. So we'll spin this one now 180.

  • There we go we have two next to each other.

  • The other Red, they should already be next to each other. Once you have two next to each

  • other, the other two should be next to each other. So it will either be solved, which

  • is easy, up here. It will be bellow it which is easy because then you just do what I did

  • which is to solve it.

  • The only other option is it will be down here. And to do that it takes two moves. We can

  • move it across the bottom and then move it up to the top. There you go! So that's the

  • top corners!

  • Once we have the top ones solved, the bottom will either be like this, It will be solve

  • already, and all we have to do next is twist it to get the center layer matched up with

  • it's center.

  • There we go we have the corners. Told you that's easy!

  • Now lets move on to step two. We are going to position the edges.

  • Here we are at step two we are going to position the edges. And in step two what we are going

  • to do is break up the edges into three rings across the three slices.

  • So the first ring will be these edges here along the center slice.

  • The second ring will be these edges here.

  • The third ring will be these ones here. So these two, this one, and that one.

  • So those are going to be our three rings.

  • Each ring has one of three possibilities.

  • One, the ring will be completely solve. Which none of these rings are.

  • Another possibility is what I'm going to call theParallel Swapping�€? possibility. That's

  • what this one is here.

  • Blue and Red need to swap here with Blue and Purple. So those two need to swap like that.

  • The rest of them on this ring, is Green and Red need to swap with Green and Purple.

  • So they need to swap in parallel lines. That's the parallel swap.

  • The other and third only other possibility with the rings is they need to swap in an

  • "X" fashion. So this Orange Green needs to swap all the way over here with Yellow

  • Blue.

  • And Blue Orange needs to swap all the way over here with Green and Yellow. So that's

  • the X.

  • So we have three possibilities. One more time.

  • We have the Solved possibility none of them are in.

  • We have the Parallel possibility. These two swap, these two swap.

  • Then we have the X possibility. That's this one here. This needs to swap all the way with

  • this guy. This one needs to swap with this guy.

  • The way we are going to do this is we need to find one of them that is in the parallel.

  • So where's a parallel? Right here.

  • Green Red, Green Purple..

  • Blue Red, Blue Purple.

  • Hold it parallel like this. So you have one that needs to swap on the top, one that needs

  • to swap on the bottom. Hold it like this. What we are going to do is we are going to

  • do this move:

  • Up, Right Two, Up, Right Two.

  • What that does is it fixes the parallel problem. It does an X across the middle.

  • It does nothing to this ring here.

  • So now that we have that we do this move again on another parallel. And this one is parallel

  • here.

  • You can see Purple Yellow needs to switch with Purple Orange.

  • Red Yellow needs to switch with Red Orange.

  • When we do this it will do the Parallel, and it will do the X across the middle layer.

  • As you can see that would fix our problem so lets do that!

  • So it's Up, Right Two, Up, and Right Two.

  • There we go! The edges are all solve, they just need to be twisted or oriented correctly,

  • that's step 3. Congratulations step 2 complete. It's the hardest one.

  • Okay last step we need to orient the edges. This will be the easiest step with the easiest

  • algorithm ever. This algorithm will orient the center ring of edges. It's very easy it's

  • just R4. Ready let's do this!

  • R1, R2, R3, R4.

  • Told you it was easy.

  • Now lets do this ring. Lets do it again, so R4.

  • 1, 2, 3, 4

  • And the final one.

  • 1, 2, 3, 4

  • As you can see it didn't do it this time. But all you have to do is do it again.

  • 1, 2, 3, 4

  • And like that you have solved the Gear Cube!

  • Alright guys that is it. Thanks for watching and have a great day!

Hey Guys! Kenneth Here!

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B1 中級 美國腔

齒輪 (Gear )

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    游祥毅 發佈於 2021 年 01 月 14 日
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